As a consequence of http://trac.sagemath.org/ticket/20498 the following has 
been introduced:

grep -r "Error(f" src/sage/arith/multi_modular.pyx 
            raise ValueError(f"minimum value for lower bound is 2, given: 
{l_bound}")
            raise ValueError(f"upper bound cannot be greater than 
{MAX_MODULUS}, given: {u_bound}")
                    raise OverflowError(f"given modulus {p} is larger than 
{MAX_MODULUS}")

Is the "f" a new syntax change? This causes some build issues on my 
sage-on-gentoo install.

Error compiling Cython file:
------------------------------------------------------------
...
            Traceback (most recent call last):
            ...
            ArithmeticError: The inverse of 6 modulo 10 is not defined.
        """
        if l_bound < 2:
            raise ValueError(f"minimum value for lower bound is 2, given: 
{l_bound}")
                             ^
------------------------------------------------------------

sage/arith/multi_modular.pyx:174:30: Expected ')', found 'BEGIN_STRING'

Vanilla Sage seems fine.
---

On Thursday, April 28, 2016 at 5:53:07 PM UTC-5, Volker Braun wrote:
>
> As always, you can get the latest beta version from the "develop" git 
> branch. Alternatively, the self-contained source tarball is at 
> http://www.sagemath.org/download-latest.html
>
> c04fdff Updated SageMath version to 7.2.beta6
> 46bf5cf Trac #17048: Faster Posets.RandomPoset
> 655da7a Trac #20464: cleanup of ecm interface
> 62be89a Trac #20381: Patch to brial to get it building again on Cygwin
> 0e14cd8 Trac #18381: Cholesky decomposition should be real
> 8a13856 Trac #18497: Update Sphinx to 1.4.1
> 2e95853 Trac #20498: Clean up multi_modular.pyx
> bc255ee Trac #20497: allow to use * for cartesian product of posets
> 77a0236 Trac #20501: Don't use today() for default arguments
> 60ec0cc Trac #20496: Escape abbreviated first names in references
> ef9a49b Trac #19072: upgrade SageTeX to version 3.0
> c4f5db9 Trac #20195: Minor documentation bug in limit
> 4df5b8d Trac #20346: Add pictures to platonic.py
> 13d6629 Trac #20502: fix is_zero for RR('nan')
> cb86656 Trac #14540: Fix chaining of MILP constraints
> 1d4bad9 Trac #20345: Add pictures to shape.pyx
> e8c3afc Trac #20488: Prepare for Sphinx upgrade
> e3b539b Trac #20479: Correct error in vertex_boundary
> 5b170d6 Trac #20446: GLPKExactBackend - a variation on GLPKBackend that 
> sets a solver parameter and signals errors on integer variables
> afc6bfc Trac #20182: Automatic doctest for external softwares
> 2f431d2 Trac #20109: Add pictures to plot3d.py
> 97f1af7 Trac #20095: Report broken links in the doc of graphs/
> 60cbc67 Trac #20492: cblas_libs on cygwin should be a list, not a string
> dede5e3 Trac #20491: WeightedIntegerVector returns vectors of rationals, 
> not integers
> 921a7fd Trac #20483: some more future division in quadratic_form
> 9a46ec7 Trac #19397: Add support for homogeneous components of a filtered 
> module
> 77e2a4f Trac #20490: Hash error with multivariate Laurent polynomial rings
> e6d94f9 Trac #19190: LatticePoset: add atoms, coatoms, doubly irreducibles 
> etc.
> 4996796 Trac #14801: Piecewise functions done right
> bdccb9d Trac #11187: Implementation of finite reflection groups
> 592846d Trac #20026: Reverse the scale of colors in Matrix.plot
> 0cedd22 Trac #20485: The dim() of a quadratic form should be a Sage Integer
> 5f110b7 Trac #20478: Common base class for LinearFunction and 
> LinearConstraint
> cb924b4 Trac #20480: cleanup of centralizer_size
> 8866868 Trac #20476: change some divisions to floor divisions
> d24ca01 Trac #20471: Change all classic divisions to true divisions in 
> combinat folder
> 69d73ef Trac #20470: Conversion of sparse to dense matrices over F2 is 
> unspeakably slow
> 310dce0 Trac #20201: Improving Efficiency of 
> LinearCode.NearestNeighborDecoder method
> 950f0f5 Updated SageMath version to 7.2.beta5
>
>

-- 
You received this message because you are subscribed to the Google Groups 
"sage-release" group.
To unsubscribe from this group and stop receiving emails from it, send an email 
to sage-release+unsubscr...@googlegroups.com.
To post to this group, send email to sage-release@googlegroups.com.
Visit this group at https://groups.google.com/group/sage-release.
For more options, visit https://groups.google.com/d/optout.

Reply via email to